The product of \( \sqrt[4]{8}\) = ? 1) \( \sqrt[7]{32}\)2) \(\sqr

1.	The product of \( \sqrt[4]{8}\) = ? 1) \( \sqrt[7]{32}\)2) \(\sqrt[12]{32}\)3) \(2.\sqrt[12]{32}\)4) \(2. { \sqrt[7]{12} \ }\)
Answer» Correct answer is 3) \(2. { \sqrt[12]{32} \ }\) 4^1/3.8^1/4 = 2^2/3 .2^3/4 = 2^2/3+3/4 = 2^17/12 = 2.2^5/12 = 2.(32)^1/12

The product of \( \sqrt[4]{8}\) = ? 1) \( \sqrt[7]{32}\)2) \(\sqrt[12]{32}\)3) \(2.\sqrt[12]{32}\)4) \(2. { \sqrt[7]{12} \ }\)

Answer»

Correct answer is 3) \(2. { \sqrt[12]{32} \ }\)

4^1/3.8^1/4 = 2^2/3 .2^3/4 = 2^2/3+3/4 = 2^17/12 = 2.2^5/12 = 2.(32)^1/12

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The product of \( \sqrt[4]{8}\) = ? 1) \( \sqrt[7]{32}\)2) \(\sqrt[12]{32}\)3) \(2.\sqrt[12]{32}\)4) \(2. { \sqrt[7]{12} \ }\)

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